After successful completion of the course, students are able to

• know basic concepts and basic working methods of mathematics
  

• apply set operations to general sets

• describe the concept and basic properties of a real function
• capture qualitatively elementary functions and special functions
  
• apply the concept of a vector space and the associated properties and transfer it to abstract sets
• solve linear systems of equations
• work with matrices
• understand the concept of limit value and its application to number sequences
• grasp the basic characteristics and relationships in the differential calculation
• calculate tangents using differential calculus and calculate curve discussions
• calculate indefinite expressions
• understand methods of integral calculus and to apply them in examples
• analyze convergence / divergence of series and power series

Examples complementing the main course

Exercise sheets with tasks to be solved are provided weekly on TUWEL and prepared by the students for the corresponding training sessions, ticked before the exercise and by chance presented on the board There are two tests to pass, that need to be completed online during the term.

The preliminary discussion on the exercises will be given in the first lecture on Monday 7/10/2019 from 9 - 10 in the SEM.R. FH green 03A.

The exercises start Wednesday Oct.16th, 2019!

Examination-immanent course (permanent examination character), compulsory attendance, two tests must be completed during the semester

The grade consists of the number of examples crossed (at least 60%) and the blackboard  performances. The two tests only have to be passed and is not influencing the grade after passing.

Anmeldungen zu den Gruppen (Gruppe 1, Gruppe 2) wird nach der ersten Vorlesung freigeschaltet.

Als Unterlage dient das Skriptum zur Vorlesung. Die Übungsangaben werden wochenweise online zur Verfügung gestellt.